On some nondecaying potentials and related Jost solutions for the heat conduction equation
arXiv:nlin/0004017
Abstract
Potentials of the heat conduction operator constructed by means of 2 binary Backlund transformations are studied in detail. Corresponding Darboux transformations of the Jost solutions are introduced. We show that these solutions obey modified integral equations and present their analyticity properties.
LaTex, 17 pages, no figures, to appear on Inverse Problems